Informally, a ϵ-switchableG -design is a decomposition of the complete graph into subgraphs of isomorphic copies of G which have the property that they remain a G-decomposition when ϵ-edge switches are made to the subgraphs. This paper determines the spectrum of ϵ-switchable G-design where G is a kite (a triangle with an edge attached) and ϵ takes t-edge, h-edge and l-edge.
Three types of edge-switchable kite systems
LO FARO, Giovanni;TRIPODI, Antoinette
2011-01-01
Abstract
Informally, a ϵ-switchableG -design is a decomposition of the complete graph into subgraphs of isomorphic copies of G which have the property that they remain a G-decomposition when ϵ-edge switches are made to the subgraphs. This paper determines the spectrum of ϵ-switchable G-design where G is a kite (a triangle with an edge attached) and ϵ takes t-edge, h-edge and l-edge.File in questo prodotto:
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